The Differential Quadrature Solution of Reaction-Diffusion Equation Using Explicit and Implicit Numerical Schemes

Faculty Engineering Year: 2014
Type of Publication: ZU Hosted Pages: 327-336
Authors:
Rania Bahgat Mohamed Amer
Journal: Applied Mathematics AM Scientific Research Volume: 5
Keywords : , Differential Quadrature Solution , Reaction-Diffusion Equation Using    
Abstract:
In this paper, two different numerical schemes, namely the Runge-Kutta fourth order method and the implicit Euler method with perturbation method of the second degree, are applied to solve the nonlinear thermal wave in one and two dimension
    
     
 
       

Author Related Publications

  • Rania Bahgat Mohamed Amer, "An Efficient Method To Solve Thermal Wave Equations", Published by Scientific Research Publishing, 2014 More
  • Rania Bahgat Mohamed Amer, "Mathematical Modeling and Classification of Viruses from Herpesvirus Family", . Published by Foundation of Computer Science, New York, USA. BibTeX, 2014 More
  • Rania Bahgat Mohamed Amer, "The Differential Quadrature Solution Of Reaction-Diffusion Equation Using Explicit And Implicit Numerical Schemes", Published by Scientific Research Publishing, 2014 More
  • Rania Bahgat Mohamed Amer, "Analysis Of Reaction Diffusion Problems Using Differential Quadrature Method", International Journals of Engineering & Sciences, 2013 More
  • Rania Bahgat Mohamed Amer, "Using Stirling’s Interpolation to Find Gauss and Mean Curvature for the Surface", IOSR Journal of Mathematics, 2012 More

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  • Rasha Ibrahiem Saleh Mohamed, "Generalized extended method for solution of nonlinear diffusion equations", مجلة الهندسة والعلوم التطبيقية, 2014 More
  • Mohamed Mohamed Ali Mohamed Saied, "Three Resultant Applications In Surface Modeling For Computer Graphics", Second National Conference of Mathematics, Cairo 6-11 April 1996, 1996 More
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